Uses of Class
shh.csparse.Matrix

Packages that use Matrix

shh.csparse

Uses of Matrix in shh.csparse

Subclasses of Matrix in shh.csparse

class	CSparse Large sparse matrices over an integral domain, with linear algebra tools that aim to preserve sparsity by avoiding both fill-in and explosion of the individual matrix entries.
class	DenseMatrixZ Matrices over Z using BigIntegers, implemented as m × n arrays in a straightforward way.
class	DNeg1Matrix The dilation matrix that's the identity except for a -1 in the i,i position.
class	ElemMatrix The class of elementary matrices: permutations, dilations, and translations.
class	P2Matrix The class of n × n permutation matrices of order two.
class	TMatrix The class of transposition matrices: square matrices with 1's on the diagonal and a single non-zero off-diagonal entry.

Methods in shh.csparse that return Matrix

Matrix	P2Matrix.inverse()
Matrix	P2Matrix.mult(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	P2Matrix.multOnRight(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	P2Matrix.transpose()
Matrix	TMatrix.inverse()
Matrix	TMatrix.mult(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	TMatrix.multOnRight(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	TMatrix.transpose()
Matrix	ElemMatrix.add(Matrix b) Unsupported.
abstract Matrix	ElemMatrix.multOnRight(Matrix b) Returns b * this.
Matrix	DNeg1Matrix.inverse()
Matrix	DNeg1Matrix.mult(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	DNeg1Matrix.multOnRight(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	DNeg1Matrix.transpose()
Matrix	DenseMatrixZ.add(Matrix b0) Adds this and another DenseMatrixZ, returning a DenseMatrixZ.
Matrix	DenseMatrixZ.inverse() Unsupported.
Matrix	DenseMatrixZ.mult(Matrix b0) Non-destructive if b0 is a CSparse or DenseMatrixZ, destructive to this if b0 is an ElemMatrix.
Matrix	DenseMatrixZ.transpose()
abstract Matrix	Matrix.add(Matrix b) The sum of two matrices.
abstract Matrix	Matrix.inverse() Check the implementation for whether it's supported, and whether it's destructive.
abstract Matrix	Matrix.mult(Matrix b) Returns this * b.
abstract Matrix	Matrix.transpose() Non-destructive.
Matrix	CSparse.add(Matrix b0) Adds this and another CSparse, returning a CSparse.
Matrix	CSparse.inverse() Unsupported.
Matrix	CSparse.mult(Matrix b) Returns this * b.
Matrix	CSparse.transpose()

Methods in shh.csparse with parameters of type Matrix

Matrix	P2Matrix.mult(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	P2Matrix.multOnRight(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	TMatrix.mult(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	TMatrix.multOnRight(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	ElemMatrix.add(Matrix b) Unsupported.
boolean	ElemMatrix.isProductZero(Matrix b)
abstract Matrix	ElemMatrix.multOnRight(Matrix b) Returns b * this.
Matrix	DNeg1Matrix.mult(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	DNeg1Matrix.multOnRight(Matrix b) If b is a CSparse or DenseMatrixZ, is destructive to it; otherwise is unsupported.
Matrix	DenseMatrixZ.add(Matrix b0) Adds this and another DenseMatrixZ, returning a DenseMatrixZ.
Matrix	DenseMatrixZ.mult(Matrix b0) Non-destructive if b0 is a CSparse or DenseMatrixZ, destructive to this if b0 is an ElemMatrix.
boolean	DenseMatrixZ.isProductZero(Matrix b0) Silly implementation that stores the entire product.
abstract Matrix	Matrix.add(Matrix b) The sum of two matrices.
abstract boolean	Matrix.isProductZero(Matrix b) Says whether this * b is zero, without storing the product.
abstract Matrix	Matrix.mult(Matrix b) Returns this * b.
Matrix	CSparse.add(Matrix b0) Adds this and another CSparse, returning a CSparse.
boolean	CSparse.isProductZero(Matrix b0) Tests whether this * b0 is zero, without storing the product.
Matrix	CSparse.mult(Matrix b) Returns this * b.